HEXAHEDRA Meaning and
Definition
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Hexahedra is a plural noun referring to a geometric shape that is characterized by having six flat faces, twelve straight edges, and eight corners or vertices. The term is derived from the ancient Greek words "hexa," meaning six, and "hedra," meaning face.
Hexahedra occupy a significant position in the field of mathematics and geometry, as they form one of the five regular polyhedra, also known as platonic solids. These regular polyhedra are inherently symmetrical, meaning that all their faces, edges, and angles are equal. Hexahedra are unique due to their specific set of properties, which make them distinguishable from other regular polyhedra.
Common examples of hexahedra include the cube and rectangular parallelepiped. The cube is a hexahedron with six congruent square faces, while the rectangular parallelepiped is a hexahedron with six congruent rectangular faces. These shapes find abundant applications in various fields, such as architecture, engineering, and design, due to their stability and regularity.
The study of hexahedra extends beyond their mere geometric properties. Researchers also investigate their volume, surface area, and other characteristics as part of their analysis and understanding. Furthermore, hexahedra serve as a foundation for more complex three-dimensional shapes, providing a basis for the study of polyhedra with additional faces and vertices.
Common Misspellings for HEXAHEDRA
- hexzhedral
- gexahedra
- bexahedra
- nexahedra
- jexahedra
- uexahedra
- yexahedra
- hwxahedra
- hsxahedra
- hdxahedra
- hrxahedra
- h4xahedra
- h3xahedra
- hezahedra
- hecahedra
- hedahedra
- hesahedra
- hexzhedra
- hexshedra
- hexwhedra
- Heptahedral
- Hexahideral
Etymology of HEXAHEDRA
The word "hexahedra" is derived from two Greek roots: "hexa", meaning "six", and "hedra", meaning "face" or "base". In geometry, a hexahedron refers to a solid figure with six faces, such as a cube.
Similar spelling word for HEXAHEDRA
